Suppose you borrow $200 from a payday lender for one week at a weekly rate of 10%. You'll obviously owe $220 at the end of a week. If you are unable to repay the loan, however, the lender will say that you now owe not only $220 but also 10% of that $220 at the end of the second week. Under this scenario, it turns out that after n weeks of not repaying anything you would owe 200 × 1.1n dollars.
Use this formula to determine how much you would owe after 12 weeks. (Round to the nearest cent.) $
What total percent interest are you being charged on your 12-week loan? (Round to the nearest percent.)
1.
Use this formula to determine how much you would owe after 12
weeks
=200*1.1*12
=2640.00
2.
What total percent interest are you being charged on your 12-week
loan?
=200*1.1*12/200-1
=1220.00%
Suppose you borrow $200 from a payday lender for one week at a weekly rate of...
Suppose you borrow $200 from a payday lender for one week at a weekly rate of 10%. You'll obviously owe $220 at the end of a week. If you are unable to repay the loan, however, the lender will say that you now owe not only $220 but also 10% of that $220 at the end of the second week. How much will you owe by the end of the second week? $ If you still can't repay any of...
Payday loans are very short-term loans that charge very high interest rates. You can borrow $200 today and repay $290 in two weeks. What is the compounded annual rate implied by this 45 percent rate charged for only two weeks? (Hint: Compound the 2-week return 26 times for the annual return.) (Do not round intermediate calculations and round your final answer to the nearest whole percent.) Compounded annual rate ___________
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Payday loans are very short-term loans that charge very high interest rates. You can borrow $500 today and repay $550 in two weeks. What is the compound annual rate implied by this 10 percent rate charged for only two weeks?